On a Trampoline on a Train Would You Land Back Again
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Jumping inside a moving train
- Thread starter Tachyon son
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I know it a stupid question but Im not able to find what physical law applies in this case.
Has it something to do with momentum cancellation? (I remember the question about firing a bullet backwards at 1km/sec on a train going forward at the same speed)
Links are welcome, thank you.
Answers and Replies
Why when you jump inside a moving train you land exactly in the same place, instead of landing closer to the tail of the train?I know it a stupid question but Im not able to find what physical law applies in this case.
Has it something to do with momentum cancellation? (I remember the question about firing a bullet backwards at 1km/sec on a train going forward at the same speed)
Links are welcome, thank you.
you move with the train, then you jump, your body still moves with the train regardless of the disconnection between you and the train, and you will land on the exact same point on the train since you and the train did the same distance while you've been disconnected...
all that is in the reference to the ground the train is moving on.
usually, i would explain it otherwise, but those new to this concept always refer motion to the ground...
Again: Newton's 1st law. (The train stops, but you keep moving.)How come when the train stops suddenly you go flying forward?
What do you think?But if the train is accelerating, when I am in the air after jumping, will I land in the same place?
Indeed you are correct. If the train is accelerating, the frictional force between your shoes are the floor is providing the force required to accelerate you at the same rate as the train. As soon as you leave the floor this force no longer exists, therefore the train is accelerating and you are not (from the reference frame of the tracks of course). If we assume that the train is accelerating uniformly at a rate of a m/s2; we can say that if you are in the air for t seconds, that you will land s meters from your initial position (on the train) such that;I think I will land somewhere backwards, there's no force acting on me so the train during that time is traveling faster than me. But I could be wrong, that is why I asked.![]()
[tex]s =-\frac{1}{2}at^2[/tex]
at 60 mph and hit you. Is there a physical law to explain this as a
fact?
The bug had a velocity relative to the ground of between 0 and 5mph.
You had a velocity of 60 mph.
mmmPOW!
Seriously, the folly here is to use the jumping passenger on a train as an analogy. They're not the same.
That the bug was stationary wrt ground, not wrt your car. As it enters your car window, it does not instantly accelerate to the speed of the car. Thus, when it hits you in the face, it is with a relative v of ~60mph.
Where would you say all that air is coming from? If one of those bits of air happened to have a bug in it, what would you feel then?
you didn't mention which way the train does move. As for my experience you will not land on the same place when the train moves, but closer to the tail as the train moves forward.
Steve
And if you were inside the carriage it would depend (as Doc Al said) on if the train were accelerating, or travelling up an incline.Hi,you didn't mention which way the train does move. As for my experience you will not land on the same place when the train moves, but closer to the tail as the train moves forward.
![]()
Steve
I'm sorry Gentlemen, I find your attitude a bit nit-picking. As I went to bed yesterday
I kept thinking about the thread and as it was put to the forum by the thread starter.
Sure one has to scrutinize the according situations carefully. But after all, if that train
consists from flat panel wagons, you could jump on easily, then you would be landing
on a position more towards the back of the train depending on the trains speed while
moving forward. In my mind this was without no doubt. Let us assume all the other
conditions are approaching the same each time.
It is by the way a very complex situation and therefore hard to measure at all. But if
the wagon would pass a specific (same ) point where a signal would be set off
making you jump, the landing position will be further to the trains tail the faster the
train moves.
Steve
Welcome to PF. With no offense intended, your post makes absolutely no sense. Could you possibly express it in other terms that we might understand?
I'm sorry? I think my post makes sense, and the post was to understand well.
I'm not new to the Forum ( I have been banned before for no reason as I claim. )
Thank you for welcoming me anyway.
What I can add was, the train might go so fast as you will miss him at all. You know,
you jump and it was going so fast you hit the tracks after him. But the tracks are allways
a good sign there was a train, you know. The traces are still visible. (A joke from tv. You
might know it. )
Steve
You are talking about standing by the tracks and jumping onto a moving train as it goes by. But that's not what the original post was asking about. Reread it.Sure one has to scrutinize the according situations carefully. But after all, if that train
consists from flat panel wagons, you could jump on easily, then you would be landing
on a position more towards the back of the train depending on the trains speed while
moving forward. In my mind this was without no doubt. Let us assume all the other
conditions are approaching the same each time.
I did.
Steve
You are reading OP's post as saying "jumping INTO (or onto)" a train, rather than "jumping INSIDE" a train.
Oh, than your're right. My fault. Sorry.
Steve
And many times with those who normally do!Not a problem; as I said, language ambiguities are fairly common here with those who don't normally communicate in English.
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